ACCIDENTE (symbebekós): todas las determinaciones que se predican de una cosa y no forman parte de la esencia de
ésta; no pertenecen a ésta necesariamente (por ejemplo, ser hombre no comporta necesariamente ser blanco: ser blanco es,
pues, una determinación accidental suya). Las determinaciones expresadas por los predicados accidentales no poseen subsistencia, no existen por sí mismas; existen solamente en y por las substancias de las cuales son determinaciones.
Este es “el acto de lo que está en potencia en cuanto tal”, Una vez alcanzada la actualización plena, el movimiento cesa, al no haber potencialidad. También, y con mayor razón, aplica la noción
de acto a lo plenamente actualizado y carente de potencialidad, como la entidad primera, “acto puro”, Dios.
CIENCIA, saber (episteme):
se distingue de otras formas inferiores de conocimiento (sensación, experiencia) en que conoce no sólo que algo es o sucede así, sino por qué es o sucede así. “Toda ciencia se ocupa de causas” (Metafísica). Objeto de ciencia es lo universal y necesario. La noción aristotélica de ciencia depende, en gran medida, de la de Platón, quien insistíó en que la ciencia es conocimiento “basado en razones”, en causas.
“Ente” es participio del verbo “ser”. Significa, pues, “lo que es”. Se trata de la noción más extensa, ya que
puede aplicarse a cualquier cosa: cualquier cosa es, en efecto, “algo que es”. La noción de “ente” no posee una significación
única, puesto que el verbo “ser encierra múltiples sentidos. Así, comporta un sentido diferente para cada una de las categorías. Aristóteles concibió una ciencia universal cuyo objeto sería “lo que es, en tanto que algo que es” (el ente en tanto que ente), ciencia que posteriormente se denominaría “ontología”.
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)
ésta; no pertenecen a ésta necesariamente (por ejemplo, ser hombre no comporta necesariamente ser blanco: ser blanco es,
pues, una determinación accidental suya). Las determinaciones expresadas por los predicados accidentales no poseen subsistencia, no existen por sí mismas; existen solamente en y por las substancias de las cuales son determinaciones.
ACTO (enérgeia, entelécbeia):
Comporta las ideas de actividad y actualización, bien el “estar actualizándose” (enérgeia), bien el “estar ya plenamente actualizado” (entelécheia). Su correlato es la potencia. Aristóteles utilizó originalmente la noción de acto (de actualización) para explicar y definir el movimiento.Este es “el acto de lo que está en potencia en cuanto tal”, Una vez alcanzada la actualización plena, el movimiento cesa, al no haber potencialidad. También, y con mayor razón, aplica la noción
de acto a lo plenamente actualizado y carente de potencialidad, como la entidad primera, “acto puro”, Dios.
ALMA (psycbe
: Es el principio de la vida, “aquello por lo que vivimos, sentimos y razonamos primaria y radicalmente” (De anima, II). Como el alma es forma y acto del cuerpo, éste y aquélla se hallan unidos sustancialmente, formando una única sustancia, el ser vivo. El alma de cada viviente individual es corruptible.CATEGORÍA
Significa literalmente predicado. Aristóteles enumera hasta diez tipos de predicado: sustancia/esencia, cantidad, cualidad, relación, acción, pasión, cuándo, dónde, hábito y posición. La primera categoría (sustancia/esencia) es la fundamental, tanto desde el punto de vista de la predicación como desde el punto de vista de la realidad: expresa la entidad o sustancia, mientras que las nueve restantes expresan accidentes de ésta.CAUSA:
Todo factor que responde a la pregunta ¿por qué tal cosa es o sucede de tal manera? Distingue cuatro causas: materia, forma, agente y fin. Aristóteles ofrece una interpretación teleológica de los procesos naturales: éstos no pueden explicarse satisfactoriamente a no ser teniendo en cuenta el fin al cual están orientados. De ahí la importancia del fin como causa.CIENCIA, saber (episteme):
se distingue de otras formas inferiores de conocimiento (sensación, experiencia) en que conoce no sólo que algo es o sucede así, sino por qué es o sucede así. “Toda ciencia se ocupa de causas” (Metafísica). Objeto de ciencia es lo universal y necesario. La noción aristotélica de ciencia depende, en gran medida, de la de Platón, quien insistíó en que la ciencia es conocimiento “basado en razones”, en causas.
ENTE, lo que es (on):
“Ente” es participio del verbo “ser”. Significa, pues, “lo que es”. Se trata de la noción más extensa, ya que
puede aplicarse a cualquier cosa: cualquier cosa es, en efecto, “algo que es”. La noción de “ente” no posee una significación
única, puesto que el verbo “ser encierra múltiples sentidos. Así, comporta un sentido diferente para cada una de las categorías. Aristóteles concibió una ciencia universal cuyo objeto sería “lo que es, en tanto que algo que es” (el ente en tanto que ente), ciencia que posteriormente se denominaría “ontología”.
ENTENDIMIENTO (nous):
En general, el entendimiento es la facultad superior del conocimiento a la cual corresponde la actividad de pensar. Aristóteles explica el pensamiento humano con dos tipos de entendimiento, el uno pasivo (potencial) y el otro permanentemente activo (en acto). Aquél es propio de cada individuo (los individuos, en efecto, a veces están pensando y a veces no) y es corruptible. El activo es incorruptible e inmaterial. Del conjunto de las afirmaciones de Aristóteles parece deducirse que este entendimiento “en acto” no es individual, sino el mismo para toda la especie humana.JUSTICIA:
Varios sentidos a) Como virtud general o integral, la justicia comporta la posesión de todas las virtudes. (En este sentido, ser justo es lo mismo que ser virtuoso.) Esta justicia general es denominada por Aristóteles justicia legal y consiste en la obediencia a las leyes. B)Como virtud específica o particular, la justicia expresa la exigencia de igualdad o trato equitativo. Esta justicia es, a su vez, de dos tipos: 1) aritmética o igualitaria, que exige tratar a los implicados exactamente de la misma manera, y 2) geométrica o proporcional, que exige tratar a los implicados en proporción a sus méritos. Aquélla rige en contratos y transacciones, ésta rige en el reparto social de honores, etc.MOVIMIENTO:
Acto de lo que está en potencia en tanto que tal (es decir, en tanto que está en potencia). Aristóteles utiliza a veces indistintamente las palabras movimiento’ (kínesis) y “cambio” (metabolé). Pero ambos términos no deben confundirse, En efecto, hay dos tipos de cambio, el sustancial (en que se generan y destruyen sustancias) y el accidental (en que las sustancias adquieren o pierden determinaciones no esenciales). Sólo el accidental es movimiento en sentido estricto. El cambio accidental o movimiento puede, a su vez. Ser de tres clases: cuantitativo (aumento y disminución), cualitativo (alteración) y local (desplazamiento). Axioma aristotélico fundamental del movimiento es todo lo que se mueve es movido por otro, o bien, nada pasa de la potencia al acto a no ser bajo la acción de algo que está ya en acto.TIMOCARACIA O DEMOCARACIA CENTISARIA
En este régimen el ciudadano que paga una renta es el que tiene derecho a votar y a tomar decisiones,es el gobierno de muchos.Esta forma de gobierno degenera y se corrompe por la demogagia para convertirse en una democaracia.